This paper presents a survey that aims to provide a brief historical account of the
development through the definitions and comparison of weaker forms of commuting …

The existence of common fixed points is established for three map**s where T is either
generalized (f, g)-nonexpansive or asymptotically (f, g)-nonexpansive on a nonempty subset …

We obtain some results on common fixed points from the set of best simultaneous
approximations for a map $ T $ which is asymptotically $(f, g) $-nonexpansive where $(T, f) …

We prove some new results on the existence of common fixed points for nonexpansive and
asymptotically nonexpansive map**s in the framework of convex metric spaces. We also …

The existence of common fixed points is established for the map**s where is
asymptotically-pseudo-contraction on a nonempty subset of a Banach space. As …

87< noindent 88< quad TD NARANG AND SUMIT CHANDOK< centerline1A< quad convex
metric< quad space< quad$( X, d) $< quad is< quad said to< qua< begin 1 align∗ lx, y, p< in …

In this paper, we establish some common fixed point results for uniformly Cq-commuting
asymptotically S-nonexpansive maps in a Banach space with semi-convex structure. We …

In this paper, we introduce a new class of uniformly point-wise R-subweakly commuting self-
map**s and prove several common fixed point theorems and best approximation results …

APPLICATION OF FIXED POINT THEOREM TO BEST SIMULTANEOUS APPROXIMATION
IN CONVEX METRIC SPACES Hemant Kumar Nashine Page 1 \hspace ∗{\ fill }1 7 \noindent …

In this paper, we prove some results concerning the existence of invariant best
approximation in Banach spaces. Our main result improves the corresponding results of …